Find excel function on month on month growth rate?

1. First open Excel** and enter the cell to calculate the ring ring.

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2. Then enter the calculation formula under the cell of the ring ring: =(b2-a2) a2.

3. Click the Enter button to calculate the month-on-month data of February and January, and then enter the formula: =(d2-b2) b2 in the month-on-month cell after March.

4. Enter data in the March cell.

The month-on-month value can be automatically obtained in the month-on-month cell in March.

<> locate to the cell C2 position, and enter the formula =(B2-A2) ABS(A2). The meaning is that B2 minus the value of A2, and then compare the absolute value of A2:

Position the mouse over the black block in the lower right corner of the cell C2 position, and when the mouse pointer changes to a black solid cross, double-click:

Excel will auto-populate directly, as shown in the image below. Then select all the cells you want to display as percentages, right-click, and select Format Cells:

Select Percentage, then set the number of decimal places to 2, and click OK

The month-on-month growth rate after completion is shown in the graph below:

For example, A1 = January data, A2 = February data, and so on.

The month-on-month growth rate for February and January is obtained in B2 with the formula: =(A2-A1) A2, formatted as a percentage.

Month-on-month formula: Month-on-month development rate = 100% of the number of disturbances in the current period and the number of the previous period. Month-on-month growth rate.

Number of current periods - number of previous periods) 100% of the number of previous periods.

Month-on-month, which represents the ratio of change in volume in two consecutive unit periods (e.g., two consecutive months).

Month-on-month growth rate = (number of current periods - number of previous periods) 100% of the number of previous periods. reflects how much the current period has increased compared to the previous period; The month-on-month development rate generally refers to the ratio of the level of the reporting period to the level of the previous period, indicating the development rate of the phenomenon period by period.

The month-on-month growth rate is calculated as follows:The formula for the sequential growth rate is: (Number of the current period, Number of the previous period) The number of the previous period 100% The month-on-month growth rate reflects the development and changes of the two periods before and after.

The month-on-month ratio is the comparison between the current period and the previous period, and the month-on-month comparison is used to compare the month-on-month and daily, and the month-on-month development rate is the ratio of the level of the reporting period to the level of the previous period.

In practice, we often use this indicator to analyze different weekly, monthly, and quarterly periods to compare the growth rate or development rate over time, including the quarter-on-quarter growth rate and quarter-on-quarter development rate.

Characteristics of the growth rate:The growth rate refers to the ratio of the growth of a certain data indicator to the data of the base period in a certain period. The growth rate, also known as the growth rate, is the result of the ratio of the observed value of the reporting period to the observed value of the base period in the time series minus 1, expressed as %.

Due to the different base periods of comparison, the growth rate can be divided into a month-on-month growth rate and a fixed-base growth rate.

1. First open Excel** and enter the data you need to calculate the ring in the cell.

2. Then enter the calculation formula under the cell of the ring ring: =(b2-a2) a2.

3. Click the Enter button to calculate the month-on-month data of February and January, and then enter the formula =(d2-b2) b2 in the month-on-month cell after March.

4. Enter the data in the March cell, and you can automatically get the value of the ring talk in the key grid of the ring ring in March.

1) Month-on-month development speed: The previous period is the dynamic relative number calculated in the base period, if expressed in terms of development speed, it is called month-on-month development speed. The calculation formula is: month-on-month development rate = level of the reporting period and level of the same period of the previous year.

If we calculate the comparison of each month of the year with the previous month, i.e., February compared to January, March to February, April to March, December to November, the degree of development from month to month is indicated.

2) Fixed-base development speed: the dynamic relative number calculated based on a specific period as the base period, expressed in the development rate, that is, the fixed-base development speed. The calculation formula is: fixed base development rate = level of the reporting period and level of the previous period.

For example, let's say that in 2018, a company wants to calculate sales month-on-month, comparing the month-on-month growth rate and month-on-month growth rate of July and August. Assuming that the sales in July are 3.5 million and the sales in August are 5 million, then according to the calculation of the month-on-month growth rate = (500 350) 350 100% =, the month-on-month development rate = 500 350 100% =, so we calculate the month-on-month growth rate and month-on-month development rate obtained by comparing July and August.

The method of calculating the dust of the ring is very convenient in our actual life, and it can often be used to the month on month, as well as the year-on-year comparison, compared with the month-on-month, the year-on-year ratio refers to the comparison of the number of this month with the same month last year. Using the previous example, the year-on-year increase is calculated by comparing the sales in July 2018 with the sales in July 2017.

In real life, it is often used to compare the number of changes in a certain year, a season, a certain month or a certain day compared with the previous period. For example, the month-by-month development rate is often calculated month-on-month, for example, February is compared to January, March is compared to February, April is compared to March, December is compared to November, indicating the degree of development month by month. The same goes for the month-on-month growth rate.

In our work, if we want to compare data, we usually use excel charts to display it! And many novices don't know how excel makes a month-on-month growth rate chart! Next, we will teach you in detail through cases, and we will learn together if you are interested!

Renderings in practice.

In practice, if you encounter two sets of data that are quite different, such as growth rate and output value, sales volume and performance amount, etc. You can use the above method to select [Secondary Coordinates] to make the two sets of data in two different data dimensions respectively for their respective chart presentation. Using the combination chart, you can also present two different graph guessing and table language in one chart, making the chart more flexible.

So, about "How does excel make a month-on-month growth rate chart?" We've shared so much of the content, have you all learned? Hope you all have a good harvest! Finally, learn more excel making skills

The month-on-month growth rate generally refers to the growth rate compared with the previous period.

Month-on-month growth rate = (value of an indicator in the current period - value of this indicator in the previous period) value of this indicator in the previous period * 100%.

For example, the month-on-month growth between May 2008 and April 2008 refers to the growth amount (or rate) that is always sought as the base period of the previous period.

For example: 98-year net profit month-on-month growth = 98-97 net profit.

98 net profit month-on-month growth rate = (98 net profit 97 net profit) - 1 = (98 net profit - 97 net profit) 97 net profit.

Month-on-month growth is calculated as follows: Month-on-month growth rate = (current month's data, last month's data-1) 100%.

Growth is the proportion of a period compared to the previous period, as the question suggests: September is a 100% increase compared to July.

The proportion of a single period of month-on-month growth rate can be month-on-month, week-on-week, daily, etc. As the question, the month-on-month growth rate in August was 50% compared to July, and the month-on-month growth rate in September was 33% compared to August, and the month-on-month growth rate in September was 17% lower than the month-on-month growth rate in August.

In general, the quarter-on-quarter growth rate = the data of the current period and the data of the previous period, for example, the quarter-on-quarter of February 2012 = the data of February 2012 and the data of January 2012, the quarter-on-quarter of the third quarter = the data of the third quarter of the second quarter.

When using it specifically, you have to look at the index, and the index with the first factor should generally be deducted from the first factor.